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In "Humean Supervenience Debugged", Lewis notes how to extend this theory to indeterministic worlds.
We extend this theory to sustainable HCI and contribute a space for future eco-feedback design among children.
We would like to extend this theory and these methods to the integral equation, and we refer to [22 26], but this question is still an open problem.
We extend this theory to the realm of unicellular organisms by developing mathematical models of genetic circuits that allow trading of a common good (specifically, signaling molecules) required for growth in bacteria in order to demonstrate comparative advantage interactions.
When one tries to extend this theory to general Banach spaces, some difficulties must be encountered because many of the useful examples of nonexpansive mappings in Hilbert spaces are no longer nonexpansive in Banach spaces, for example, the resolvent (R_{A}:=(I+A)^{-1}) of a maximal monotone mapping (A:Hrightarrow2^{H}) and the metric projection (P_{C}).
We present a review of the photoselection theory from the literature [13] [15], [19] [21] and extend this theory to model experiments with multiple pulses and explicit beam profiles.
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Extending this theory to cows, he adds: "In small populations such as herds you would encounter identifiable dialectical variations which are most affected by the immediate peer group".
Snowdon (1959) extended this theory to system having complex stiffness.
Extending this theory, we offer managerial and policy recommendations to support value creation by advanced materials ventures.
Therefore, this study contributes to extending this theory to the entrepreneurial strategy realm and empirically examining this theory as a strategic approach in real life case studies.
Singh and Dahiya [7] have extended this theory for inhomogeneous plasma by obtaining the KdV equation for one-dimensional soliton using reductive perturbation technique (RPT) along with appropriate coordinate transformation.
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CEO of Professional Science Editing for Scientists @ prosciediting.com